After a survey of all students, evidently they read newspapers red, green, blue,<br />combination of them or none of them in the distribution given below.<br />30<br />10<br />65<br />50<br />45<br />100<br />The probability that any random student reads more than one paper (in percent) is
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Answered by
30
Answer:
1
Explanation:
As everyone reads more than 3 papers
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Given
Newspapers read by the students = Red, Green, Blue
Combination of them or none of them in the distribution = 30, 10, 65, 50, 45, 100
To find
The probability that any random student reads more than one paper (in percentage)
Solution
Probability is always measured on a scale of 0-1.
Since all the students read all newspapers,
the probability that any random student reads more than one paper = 1
In percentage = 100%
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